- [2015-05-24] Nonlinear (nls) diagnostic systems(3)
In 1923 duke Louis de Broglie, a young French nobleman, assumed that wave properties
are typical not only for light but for matter also. His arguments were that Einstein’s equation
E = mc2
links mass with energy, but on the other hand Einstein and Planck linked energy and wave
frequency. Combining these two principles one may conclude that mass should have wave
incarnation also.
Quantum-entropic logic theory expands de Broglie conclusions to all material mediums,
including information. It shows that all matter display wave properties.
Quantum-entropic logic theory offered a formula for information wave radiation quantum,
which links in with energy of a system through Planck constant.
Formula:
(h – Planck constant)
links energy of any material system with level of its complexity, in other words, with level
of its structural organization. Level of complexity (structural organization) is the same essential
quality of any material system as mass and energy of this system.
Information has even more universal character than mass, because a number of
fundamental particles, such as photon and gluon have no mass at all. But all material objects,
with no exceptions, have more or less complex structure, that is why we probably should speak
not about quantum-wave dualism (where “wave” term means force fields only), but about trinity
in description of material world, when information is included into equation together with mass
and energy as a full member.
Thus it was postulated that information, like energy, is described by quantum equations.
Also it says that there is a physical field of information and physical particles able to carry
information.
Conclusions of Quantum-entropic logic theory are the following:
1. Any material object of biological or non-biological nature increases its level of structural
organization when it absorbs information from environment, i.e. it becomes more complex and
stable.
2. Any material object of biological or non-biological nature decreases its level of
structural organization when it loses information, thus it becomes less stable and more
disorganized. For biological object loss of structural organization (information) means worsening
of adaptive behavior, development of diseases and, finally, death of an organism.
3. There is always information noise around any destructing object which that loses
information. The more intense destruction of biological object is, the more acute course of
disease is registered and the higher level of information noise around that object.
Therefore if we measure level of information noise around biological object we will be
able to judge about degree of destruction speed in this object; and if we measure frequency
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